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Lame problem for a multilayer viscoelastic hollow ball with regard to inhomogeneous aging

机译:对于非均匀老化的多层粘弹性空心球的跛脚问题

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Determination of characteristics of the stress strain state of compound viscoelastic bodies is of both theoretical and practical interest. In the present paper, the Lame problem is investigated for an uneven-aged multilayer viscoelastic hollow ball in the framework of N. Kh. Arutyunyan's theory of creep of nonhomogeneously aging bodies [1, 2]. Solving this problem reduces to solving an inhomogeneous finite-difference equation of second order that contains operators with coordinates of time and space. The obtained formulas allow one to determine the required contact stresses and other mechanical characteristics of the problem related to uneven age of contacting balls.
机译:复合粘弹性体应力应变状态的测定具有理论和实际的兴趣。在本文中,在N.KH的框架中对不均匀的多层粘弹性空心球进行研究。 Arutyunyan的蠕变理论是非均匀老化体的蠕变[1,2]。解决此问题可减少求解二阶的非均匀有限等式,其包含具有时间和空间坐标的运营商。所获得的公式允许人们确定所需的接触应力和与接触球的不均匀时代相关的问题的其他机械特性。

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